ORS:新颖的 Olive Ridley 生存启发元启发式优化算法

Niranjan Panigrahi, Sourav Kumar Bhoi, Debasis Mohapatra, Rashmi Ranjan Sahoo, Kshira Sagar Sahoo, Anil Mohapatra
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引用次数: 0

摘要

元启发式算法自诞生以来一直是研究的重点领域。本文提出了一种新颖的元启发式优化算法--Olive Ridley Survival(ORS),其灵感来源于 Olive Ridley 海龟幼体面临的生存挑战。有关 Olive Ridley 海龟生存的一个重要事实表明,由于各种环境和其他因素,在一千只出巢的 Olive Ridley 海龟幼体中,只有一只能在海上存活。这一事实是开发拟议算法的基础。该算法分为两个主要阶段:幼鸟在环境因素中的存活率和运动轨迹对其存活率的影响。这两个阶段通过数学模型和适当的输入表示和适应度函数得以实现。对算法进行了理论分析。为了验证该算法,对标准 CEC 测试套件中的 14 个数学基准函数进行了评估和统计测试。此外,为了研究 ORS 对最新复杂基准函数的功效,还评估了 CEC-06-2019 中的十个基准函数。仿真结果表明,在许多情况下,所提出的 ORS 算法优于一些最先进的元启发式优化算法。此外,还观察到 ORS 在某些最新基准函数中的次优行为。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ORS: A novel Olive Ridley Survival inspired Meta-heuristic Optimization Algorithm
Meta-heuristic algorithmic development has been a thrust area of research since its inception. In this paper, a novel meta-heuristic optimization algorithm, Olive Ridley Survival (ORS), is proposed which is inspired from survival challenges faced by hatchlings of Olive Ridley sea turtle. A major fact about survival of Olive Ridley reveals that out of one thousand Olive Ridley hatchlings which emerge from nest, only one survive at sea due to various environmental and other factors. This fact acts as the backbone for developing the proposed algorithm. The algorithm has two major phases: hatchlings survival through environmental factors and impact of movement trajectory on its survival. The phases are mathematically modelled and implemented along with suitable input representation and fitness function. The algorithm is analysed theoretically. To validate the algorithm, fourteen mathematical benchmark functions from standard CEC test suites are evaluated and statistically tested. Also, to study the efficacy of ORS on recent complex benchmark functions, ten benchmark functions of CEC-06-2019 are evaluated. Further, three well-known engineering problems are solved by ORS and compared with other state-of-the-art meta-heuristics. Simulation results show that in many cases, the proposed ORS algorithm outperforms some state-of-the-art meta-heuristic optimization algorithms. The sub-optimal behavior of ORS in some recent benchmark functions is also observed.
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